Consider an option to buy £10,000 for €12,500.In the next period,if the pound appreciates against the dollar by 37.5 percent then the euro will appreciate against the dollar by ten percent.On the other hand,the euro could depreciate against the pound by 20 percent.
Big hint: don't round,keep exchange rates out to at least 4 decimal places.

$
\begin{array}{lll}
spot Rates&&Risk-tree Rates\
S_{0}(\$ / €) & \$ 1.60=€ 1.00&i \$ 3.00 \% \
S_{0}\left(\$ / £)\right. & \$ 2.00=£ 1.00&i €4.00 \% \
S_{0}\left(€ /£)\right. & € 1.25=£ 1.00&i £4.00 \%
\end{array}
$ If the call finishes out-of-the-money what is your replicating portfolio cash flow?

Question

Consider an option to buy £10,000 for €12,500.In the next period,if the pound appreciates against the dollar by 37.5 percent then the euro will appreciate against the dollar by ten percent.On the other hand,the euro could depreciate against the pound by 20 percent.
Big hint: don't round,keep exchange rates out to at least 4 decimal places.
 
$
\begin{array}{lll}
spot Rates&&Risk-tree Rates\
S_{0}(\$ / €) & \$ 1.60=€ 1.00&i \$ 3.00 \% \
S_{0}\left(\$ /  £)\right. & \$ 2.00=£ 1.00&i €4.00 \%  \
S_{0}\left(€ /£)\right. & € 1.25=£ 1.00&i £4.00 \%
\end{array}
$ If the call finishes out-of-the-money what is your replicating portfolio cash flow?

Quizplus · Accepted Answer

The Answer of Consider an option to buy £10,000 for €12,500.In the next period,if the pound appreciates against the dollar by 37.5 percent then the euro will appreciate against the dollar by ten percent.On the other hand,the euro could depreciate against the pound by 20 percent.
Big hint: don't round,keep exchange rates out to at least 4 decimal places.
 
$
\begin{array}{lll}
spot Rates&&Risk-tree Rates\
S_{0}(\$ / €) & \$ 1.60=€ 1.00&i \$ 3.00 \% \
S_{0}\left(\$ /  £)\right. & \$ 2.00=£ 1.00&i €4.00 \%  \
S_{0}\left(€ /£)\right. & € 1.25=£ 1.00&i £4.00 \%
\end{array}
$ If the call finishes out-of-the-money what is your replicating portfolio cash flow?

Consider an Option to Buy £10,000 for €12,500 If the Call Finishes Out-Of-The-Money What Is Your Replicating Portfolio